O. Friedland

collaborators

3 papers

math.MG2026

On the Banach--Mazur radius of $ℓ_{\infty}^{n}$

Omer Friedland, Assaf Naor, Pierre Youssef

We prove that any $n$ -dimensional normed space is at Banach--Mazur distance $O (n^{2/3})$ from $ℓ_{\infty}^{n}$ .

math.CO2026

A Log-Free Lower Bound for the Number of Facets of $0/1$ -Polytopes

Omer Friedland

Let $g (n)$ denote the largest number of facets of a full-dimensional $0/1$ -polytope in $R^{n}$ . We prove that there are absolute constants $c > 0$ and $n_{0}$ such that $$ g(n)\ge (cn)^…

math.CA2026

Geometry-Driven Conditioning of Multivariate Vandermonde Matrices in High-Degree Regimes

Omer Friedland, Yosef Yomdin

We study multivariate monomial Vandermonde matrices $V_{N} (Z)$ with arbitrary distinct nodes $Z = {z_{1}, \dots, z_{s}} \subset B_{2}^{n}$ in the high-degree regime $N \geq s - 1$ . Introducing a pr…

On the Banach--Mazur radius of ℓ∞n​

A Log-Free Lower Bound for the Number of Facets of 0/1-Polytopes

Geometry-Driven Conditioning of Multivariate Vandermonde Matrices in High-Degree Regimes

On the Banach--Mazur radius of $ℓ_{\infty}^{n}$

A Log-Free Lower Bound for the Number of Facets of $0/1$ -Polytopes